Suppose that Q(x) is βx+1=2xβ, where x is a real number. Find the truth value of the following statement:
a) Q(2) b) βπ(π₯) c) βπ(π₯)
a) false
2+1β 2β 22+1\neq2\cdot22+1ξ =2β 2
b) false
Example: Q(2)Q(2)Q(2), 2+1β 2β 22+1\neq2\cdot22+1ξ =2β 2
c) true
Example: Q(1),1+1=2β 1Q(1), 1+1=2\cdot1Q(1),1+1=2β 1
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